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Nisiyama-Suzune committed Oct 11, 2018
1 parent 038fecd commit 659dbea
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12 changes: 6 additions & 6 deletions main.fdb_latexmk
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# Fdb version 3
["pdflatex"] 1539238667 "main.tex" "main.pdf" "main" 1539238671
["pdflatex"] 1539239102 "main.tex" "main.pdf" "main" 1539239106
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"main.tex" 1539238661 10886 4c5de507cc7a624740732472a2e0ef7f ""
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"nul" 0 0 d41d8cd98f00b204e9800998ecf8427e ""
"src/appendix/table-of-formulae.tex" 1537149287 5839 7839ab32d586f68592a577f7564c9827 ""
"src/appendix/table-of-integrals.tex" 1537149287 18833 2885a6481ced15594041126e1389c309 ""
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"src/graph/matching/kuhn-munkres-algorithm.cpp" 1537149287 948 799da9cf1e5c872684d2c35a28831c19 ""
"src/graph/matching/kuhn-munkres-algorithm.tex" 1537149287 198 d6d599c5a46900ef9eb42739984e8bec ""
"src/graph/matching/matching.tex" 1537149287 700 59599b0f52a91dac61351f9500aa628e ""
"src/graph/path/k-shortest-path.cpp" 1539188197 2639 c8a478085818920af81e8bdff98f4ac2 ""
"src/graph/path/k-shortest-path.cpp" 1539239088 2635 64bc080dda142256a741ac9f89cbe020 ""
"src/graph/path/k-shortest-path.tex" 1539188121 54 d05e266ed57af604314f79014be5785a ""
"src/graph/path/lindstrom-gessel-viennot-lemma.tex" 1537149287 2340 0248d722a0f400ffb5a595e2fcc71ba6 ""
"src/graph/tree/prufer-sequence.tex" 1537149287 1377 43201250aa7daa47c4c2230ac2dbcc2e ""
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"src/system/stack-hack.tex" 1537149287 290 0f567aa592efd9e03cff3b46d7e75f06 ""
"src/system/time-hack.tex" 1537149287 172 7d6463e09f3b066153cc15d1a3f1ca74 ""
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"main.toc"
"main.aux"
"main.pdf"
"main.log"
"main.toc"
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2 changes: 1 addition & 1 deletion main.tex
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\subsubsection{Kuhn-Munkres algorithm}
\input{src/graph/matching/kuhn-munkres-algorithm.tex}
\subsection{Path}
\subsubsection{K shortest path}
\subsubsection{K-shortest path}
\input{src/graph/path/k-shortest-path.tex}
\subsubsection{Lindström-Gessel-Viennot lemma}
\input{src/graph/path/lindstrom-gessel-viennot-lemma.tex}
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2 changes: 1 addition & 1 deletion src/graph/path/k-shortest-path.cpp
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Expand Up @@ -33,7 +33,7 @@ for (int i = 1; i <= m; i++) {
dfs (t);
std::priority_queue <B> heap;
heap.push (B (s, root[s], 0));
printf ("%d\n", d[s]); // The least-length path.
printf ("%d\n", d[s]); // The shortest path.
while (--k) {
if (heap.empty ()) printf("-1\n");
else {
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